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The dependence of the interlayer distances on the carbon atom number, the d n relations, are established by linear regression method.
IC50 was calculated by linear regression method.
Total, per patient, per hospitalization days (HD), per patient under mechanical ventilation (pts V) and per ventilation days (VD) Using linear correlation method, we looked for linear slope, correlation coefficient (r), and coefficient of determination (r2), and by linear regression method using ANOVA test we looked for p value, according age and FFP transfusion.
Total, per patient, per hospitalization days (HD), per patient under mechanical ventilation (pts V) and per ventilation days (VD) Using linear correlation method, we looked for linear slope, correlation coefficient (r), and coefficient of determination (r2), and by linear regression method using ANOVA test we looked for p value, according VD and FFP transfusion.
Total, per patient, per hospitalization days (HD), per patient under mechanical ventilation (pts V) and per ventilation days (VD) Using linear correlation method, we looked for linear slope, correlation coefficient (r), and coefficient of determination (r2), and by linear regression method using ANOVA test we looked for p value, according % VP and FFP transfusion.
Using linear correlation method, we looked for linear slope, correlation coefficient (r), and coefficient of determination (r2), and by linear regression method using ANOVA test we looked for p value, according % PV VAP and nursing (LOS, VD), severity (age, APACHE, Predicted mortality) and outcome (Actual mortality, SMR) indexes.
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Surprisingly, this distribution was analyzed by linear regression methods and then characterized as 'linear proportional relation' [ 56].
These equations may also be inaccurate because they were developed by linear regression methods [ 11, 13, 14].
Because these limitations are inherited by linear regression methods, the use of non-linear techniques for computer-aided trauma systems has been broadly encouraged [ 27].
We then estimated the rate of change for the third codon position by Bayesian MCMC and on synonymous sites by the linear regression method (see "Methods").
The conventional approach for parameter evaluation of non-linear forms of aforementioned isotherms involves linearization of the expressions through transformation, followed by the linear regression method.
More suggestions(12)
by poisson regression method
by stepwise regression method
by linear clustering method
by linear extrapolation method
by linear association method
by ridge regression method
by linear polarization method
by linear triangulation method
by kernel regression method
by linear regression analysis
by linear approximation method
by linear regression model
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